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  1. Redefining ‘Intrinsic’.David Lewis - 2001 - Philosophy and Phenomenological Research 63 (2):381-398.
    Several alleged counterexamples to the definition of ‘intrinsic’ proposed in Rae Langton and David Lewis,‘Defining “Intrinsic”’, are unconvincing. Yet there are reasons for dissatisfaction, and room for improvement. One desirable change is to raise the standard of non‐disjunctiveness, thereby putting less burden on contentious judgements of comparative naturalness. A second is to deal with spurious independence by throwing out just the disjunctive troublemakers, instead of throwing out disjunctive properties wholesale, and afterward reinstating those impeccably intrinsic disjunctive properties that are not (...)
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  • Letter to Russell, 22.6. 1902.Gottlob Frege - 1997 - In Gottlob Frege & Michael Beaney (eds.), The Frege reader. Cambridge: Blackwell.
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  • The Frege reader.Gottlob Frege & Michael Beaney (eds.) - 1997 - Cambridge: Blackwell.
    This is the first single-volume edition and translation of Frege's philosophical writings to include his seminal papers as well as substantial selections from ...
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  • Redefining 'intrinsic'.David Lewis - 2001 - Philosophy and Phenomenological Research 63 (2):381-398.
    Several alleged counterexamples to the definition of ‘intrinsic’ proposed in Rae Langton and David Lewis, ‘Defining “Intrinsic”’, are unconvincing. Yet there are reasons for dissatisfaction, and room for improvement. One desirable change is to raise the standard of non-disjunctiveness, thereby putting less burden on contentious judgements of comparative naturalness. A second is to deal with spurious independence by throwing out just the disjunctive troublemakers, instead of throwing out disjunctive properties wholesale, and afterward reinstating those impeccably intrinsic disjunctive properties that are (...)
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  • Neo-Fregean ontology.Matti Eklund - 2006 - Philosophical Perspectives 20 (1):95-121.
    Neo-Fregeanism in the philosophy of mathematics consists of two main parts: the logicist thesis, that mathematics (or at least branches thereof, like arithmetic) all but reduce to logic, and the platonist thesis, that there are abstract, mathematical objects. I will here focus on the ontological thesis, platonism. Neo-Fregeanism has been widely discussed in recent years. Mostly the discussion has focused on issues specific to mathematics. I will here single out for special attention the view on ontology which underlies the neo-Fregeans’ (...)
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  • Frege on knowing the third realm.Tyler Burge - 1992 - Mind 101 (404):633-650.
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  • A response to Potter and Smiley: Abstraction by recarving.Bob Hale - 2001 - Proceedings of the Aristotelian Society 101 (3):339–358.
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  • Deflationist views of meaning and content.Hartry Field - 1994 - Mind 103 (411):249-285.
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  • Abstraction by Recarving.Michael Potter & Timothy Smiley - 2001 - Proceedings of the Aristotelian Society 101 (3):327-338.
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  • Abstract objects.Bob Hale - 1987 - New York, NY, USA: Blackwell.
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  • Deflationist Views of Meaning and Content.Hartry Field - 2005-01-01 - In José Medina & David Wood (eds.), Truth. Blackwell.
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  • Frege on extensions of concepts, from 1884 to 1903.Tyler Burge - 1984 - Philosophical Review 93 (1):3-34.
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  • Syntactic reductionism.Richard Heck - 2000 - Philosophia Mathematica 8 (2):124-149.
    Syntactic Reductionism, as understood here, is the view that the ‘logical forms’ of sentences in which reference to abstract objects appears to be made are misleading so that, on analysis, we can see that no expressions which even purport to refer to abstract objects are present in such sentences. After exploring the motivation for such a view, and arguing that no previous argument against it succeeds, sentences involving generalized quantifiers, such as ‘most’, are examined. It is then argued, on this (...)
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  • The Inscrutability of Reference.Donald Davidson - 1979 - Southwestern Journal of Philosophy 10 (2):7-19.
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  • Frege on knowing the foundation.Tyler Burge - 1998 - Mind 107 (426):305-347.
    The paper scrutinizes Frege's Euclideanism - his view of arithmetic and geometry as resting on a small number of self-evident axioms from which non-self-evident theorems can be proved. Frege's notions of self-evidence and axiom are discussed in some detail. Elements in Frege's position that are in apparent tension with his Euclideanism are considered - his introduction of axioms in The Basic Laws of Arithmetic through argument, his fallibilism about mathematical understanding, and his view that understanding is closely associated with inferential (...)
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  • Grundlagen §64.Bob Hale - 1997 - Proceedings of the Aristotelian Society 97 (1):243-262.
    Bob Hale; XII*—Grundlagen §64, Proceedings of the Aristotelian Society, Volume 97, Issue 1, 1 June 1997, Pages 243–262, https://doi.org/10.1111/1467-9264.00015.
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  • Recarving content: Hale's final proposal.Michael Potter & Timothy Smiley - 2002 - Proceedings of the Aristotelian Society 102 (3):301–304.
    A follow-up, showing why Bob Hale's revision of his notion of weak sense is still inadequate.
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  • Recarving Content: Hale's Final Proposal.Michael Potter & Timothy Smiley - 2002 - Proceedings of the Aristotelian Society 102 (3):301-304.
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  • Abstraction by recarving.Michael Potter & Timothy Smiley - 2001 - Proceedings of the Aristotelian Society 101 (3):327–338.
    Explains why Bob Hale's proposed notion of weak sense cannot explain the analyticity of Hume's principle as he claims. Argues that no other notion of the sort Hale wants could do the job either.
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  • Grundlagen §64.Bob Hale - 1997 - Proceedings of the Aristotelian Society 97 (3):243–261.
    Bob Hale; XII*—Grundlagen §64, Proceedings of the Aristotelian Society, Volume 97, Issue 1, 1 June 1997, Pages 243–262, https://doi.org/10.1111/1467-9264.00015.
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  • XII*—Grundlagen §64.Bob Hale - 1997 - Proceedings of the Aristotelian Society 97 (1):243-262.
    Bob Hale; XII*—Grundlagen §64, Proceedings of the Aristotelian Society, Volume 97, Issue 1, 1 June 1997, Pages 243–262, https://doi.org/10.1111/1467-9264.00015.
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  • A Response to Potter and Smiley: Abstraction by Recarving.Bob Hale - 2001 - Proceedings of the Aristotelian Society 101 (3):339-358.
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  • A Response to Potter and Smiley: Abstraction by Recarving.Bob Hale - 2001 - Proceedings of the Aristotelian Society 101 (1):339-358.
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  • Abstract Objects, by Bob Hale. [REVIEW]Harold W. Noonan - 1989 - Philosophical Quarterly 39 (156):354-357.
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  • Abstract Objects.Bob Hale - 1987 - Revue Philosophique de la France Et de l'Etranger 179 (1):109-109.
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